Find the value(s) of the function on the given feasible region.Find the minimum of

To assist you in finding the minimum of a function over a given feasible region, I'll need more specific details regarding the function you are looking to minimize and the constraints that define the feasible region. Typically, this involves information such as:

1. The objective function (e.g., $f(x, y) = ax + by$)
2. The constraints that shape the feasible region (e.g., inequalities like $g_1(x, y) \leq 0$ and $g_2(x, y) \leq 0$)
3. Any specific values or additional categories relevant to the context (like dimensions, ranges of variables, etc.).

With this information in hand, I can help break down the problem, apply relevant concepts, analyze the situation in detail, and summarize the findings effectively. Please provide these details so that I can proceed with the calculations and analysis!